FunctionHard
Question
The function f: R ~ {0} → R given by
f(x) =
can be made continuous at x = 0 by defining f(0) as
f(x) =

can be made continuous at x = 0 by defining f(0) as
Options
A.2
B.-1
C.0
D.1
More Function Questions
If [x] denote the greatest integer ≤ x, the domain of definition of function f (x) = is -...The domain of function f(x) = is -...Let f (x) = , x ∈ R. Then range of f (x), where [.] denotes greatest integer function, is :...If f : R → R satisfies f(x + y) = f(x) + f(y), for all x, y ∈ R and f(1) = 7. then f(r) is -...If f : N → R+, f(x) = √x, then the value of is -...



